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Transformations in the geometry Package

Description

 • A mapping of a set A onto a set B is one in which distinct elements of A have distinct images in B is called a transformation (or one-to-one mapping) of A onto B.
 • The following transformations are implemented in the geometry package:

 + dilatation (or expansion, or stretch, or homothety) + StretchRotation (or homology, or SpiralRotation)

 • Further information is available under geometry[form] where form is one of the transformations from the above list.

 See Also